Free Access
Issue
RAIRO. Inform. théor.
Volume 19, Number 1, 1985
Page(s) 33 - 41
DOI https://doi.org/10.1051/ita/1985190100331
Published online 01 February 2017
  1. 1. J. BACKUS, Can Programming be Liberate from von Neumann Style? A Functional Style and its Algebra of Programs, C.A.C.M. vol. 21, n° 8, 1978, p. 577-602. [MR: 520392] [Zbl: 0383.68013]
  2. 2. C. BÖHM, The Purpose of Unit-List in Functional Programming, Conference on Information Sciences, Oberwolfach, 1982.
  3. 3. C. BÖHM, Combinatory Foundation of Functional Programming, A.C.M. Symposium on L.I.S.P. and Functional Programming, vol. 18, 15 août 1982, p. 29-36.
  4. 4. A. CHIARINI, On FP Languages Combining Forms, SIGPLAN, vol. 15, n° 9, 1980, p. 25-27.
  5. 5. T. J. W. CLARK, P. J. S. GLADSTONE, C. D. MCLEAN et A. C. NORMAN, SKIM. The S,K,I Reduction Machine, Conf. Rec. of the 1980 L.I.S.P. Conf., Stanford, CA, août 1980, p. 128-135.
  6. 6. C. BÖHM, Un modèle arithmétique des termes de la logique combinatoire, Lambda calcul et sémantique formelle des langages de programmation, Actes de la Sixième École de Printemps d'Informatique Théorique, La Châtre, B. ROBINET, éd. L.I.T.P. and E.N.S.T.A., Paris, 1979, p. 97-108.
  7. 7. C. BÖHM, An abstract Approach to (Hereditary) Finite Sequences of Combinators
  8. H. B. CURRY, Essays on Combinatory Logic, Lambda Calculus and Formalism, 1980, p. 231-242, J. P. SELDIN et J. R. HINDLEY, éd., Academic Press, London. [MR: 592792] [Zbl: 0469.03006]
  9. 8. H. B. CURRY, R. FEYS et W. CRAIG, Combinatory Logic, vol. 1, 1958, North Holland, Amsterdam. [MR: 94298] [Zbl: 0081.24104]

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